No hates to anyone. But,NV sir , Sakshi Vora mam, Pankaj sir(pw) , Sachin sir(pw), Rajwant sir (pw), and our legend Alakh sir... This would be the greatest , best, and brilliant team ever...!
timestamps 7:56 Vector and scalar quantities 12:00 Laws of vector addition 20:34 Types of vectors 25:30 Position vectors 31:24 magnitude of vectors 34:16 multiplication of a vector by scalar 35:27 properties of scalar multiplication 37:05 collinear vectors 50:22 coplanar vectors 52:55 dot product 56:46 properties of dot product 1:33:06 power of vectors 1:39:25 projection of a vector on b vector 1:50:00 components of vectors 2:28:20 linear combination of vectors 2:30:20 theorem in plane 2:46:30 cross product 2:50:40 properties of cross product 3:25:00 geometrical interpretation of cross product 3:41:50 collinearity of 3 points 3:48:26 scalar triple product or box product 3:51:21 geometrical interpretation of box product 3:58:26 properties of box product 4:17:32 linear dependent versus independent 4:23:17 vector triple product
7:56 Vector and scalar quantities 12:00 Laws of vector addition 20:34 Types of vectors 25:30 Position vectors 31:24 magnitude of vectors 34:16 multiplication of a vector by scalar 35:27 properties of scalar multiplication 37:05 collinear vectors 50:22 coplanar vectors 52:55 dot product 56:46 properties of dot product 1:33:06 power of vectors 1:39:25 projection of a vector on b vector 1:50:00 components of vectors 2:28:20 linear combination of vectors 2:30:20 theorem in plane 2:46:30 cross product 2:50:40 properties of cross product 3:25:00 geometrical interpretation of cross product 3:41:50 collinearity of 3 points 3:48:26 scalar triple product or box product 3:51:21 geometrical interpretation of box product 3:58:26 properties of box product 4:17:32 linear dependent versus independent 4:23:17 vector triple product
Jee advanced maths: "Am I a joke to you?" Nv sir with his cute laugh " you are chindi" 😀😀 Edit: surprised to see so many likes, I didn't expect this.....opened the video after two years and refreshed the memories of those days (JEE 2022) 👍 A lot of love to NV sir, Abhilash sir, Sakshi mam ❤️
00:00 - Introduction 7:56 Vector and scalar quantities 12:00 Laws of vector addition 20:34 Types of vectors 25:30 Position vectors 31:24 magnitude of vectors 34:16 multiplication of a vector by scalar 35:27 properties of scalar multiplication 37:05 collinear vectors 50:22 coplanar vectors 52:55 dot product 56:46 properties of dot product 1:33:06 power of vectors 1:39:25 projection of a vector on b vector 1:50:00 components of vectors 2:28:20 linear combination of vectors 2:30:20 theorem in plane 2:46:30 cross product 2:50:40 properties of cross product 3:25:00 geometrical interpretation of cross product 3:41:50 collinearity of 3 points 3:48:26 scalar triple product or box product 3:51:21 geometrical interpretation of box product 3:58:26 properties of box product 4:17:32 linear dependent versus independent 4:23:17 vector triple produc
00:00 - Introduction 7:56 Vector and scalar quantities 12:00 Laws of vector addition 20:34 Types of vectors 25:30 Position vectors 31:24 magnitude of vectors 34:16 multiplication of a vector by scalar 35:27 properties of scalar multiplication 37:05 collinear vectors 50:22 coplanar vectors 52:55 dot product 56:46 properties of dot product 1:33:06 power of vectors 1:39:25 projection of a vector on b vector 1:50:00 components of vectors 2:28:20 linear combination of vectors 2:30:20 theorem in plane 2:46:30 cross product 2:50:40 properties of cross product 3:25:00 geometrical interpretation of cross product 3:41:50 collinearity of 3 points 3:48:26 scalar triple product or box product 3:51:21 geometrical interpretation of box product 3:58:26 properties of box product 4:17:32 linear dependent versus independent 4:23:17 vector triple product
yup yaar and feel bhi tabhi aati hai jab khade hoke koi sir board pe padha rha hai , baethke padhane mein both energy of student and teacher decreases and fir wo chapter kaafi extend hojata hai. if you will join unacademy, teachers sit and teach and thats why just to cover the same content that Nv sir did in 10hrs , they end up taking 17classes of 1.5 hr each which equals 25.5 hrs, 15hrs wasted totally
believe me i was in doubt that how can they teach such a chapter in one shot but I have seen the old videos of nv sir vector 2.0 on unacademy jee same content is there on both we can go with these one shots thank you sir for taking this step we all love you 3000
I'm a Dropper I had learned vectors I'm my 11th and even on RUclips somewhere but believe me I didn't even Understood majority of chapter and I used to have a misconception that how these vectors be in the plane but after attending this lecture my mind was simply blown away by NV sir OP 🔥❤️
I was thinking that no one commented about it bro ...I thought i had made a mistake and i searched total comments finally i am clear it was sort of a silly mistake due to his flow ...but the lecture was excellent. Thank you bro fir clarifying me
Syllabus or family expectations ka kitna bhi pressure ho... Ya mood kaisa bhi ho....jab NV sir bich bich me haste hai to sari baate bhulkar face par ek smile aa hi jata hai #CHINDI
Sir (if possible) please - 1. Use black slides as it is more comfortable for our eyes 2. Increase print size of questions as it is difficult in mobile to see
1:56:00 I don't understand the solution. Sir wrote s = 4p + 3q + 5r but if we now try (s.p)/|p| we get (4p^2 + 3p.q + 5p.r)/|p| which is equal to 4 according to question, but how is it equal to 4? We are given no info about (p.q) or (p.r) so how can it be = to 4? Someone pls answer.
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a little suggestion: sir u can take 1 or 2 breaks in between the lecture because in this lecture only i felt like u were covering the last portions lecture a little bit faster as compared to initial portions
nishant rajput timestamps 7:56 Vector and scalar quantities 12:00 Laws of vector addition 20:34 Types of vectors 25:30 Position vectors 31:24 magnitude of vectors 34:16 multiplication of a vector by scalar 35:27 properties of scalar multiplication 37:05 collinear vectors 50:22 coplanar vectors 52:55 dot product 56:46 properties of dot product 1:33:06 power of vectors 1:39:25 projection of a vector on b vector 1:50:00 components of vectors 2:28:20 linear combination of vectors 2:30:20 theorem in plane 2:46:30 cross product 2:50:40 properties of cross product 3:25:00 geometrical interpretation of cross product 3:41:50 collinearity of 3 points 3:48:26 scalar triple product or box product 3:51:21 geometrical interpretation of box product 3:58:26 properties of box product 4:17:32 linear dependent versus independent 4:23:17 vector triple produc
Sir Teacher toh bhot dekhe but naa dekha aapke jaisa koi aur waah sir maza aa gya what a teaching method a to z all understood. Thank u sir for this amazing bounce back series jee 2022 aspirant abhi toh sir aapke bhot lectures dekhna baaki hai iss series ke thank u sir
53:32 To remember: •Loop Law •Tail se Tail milao •Two vectors are always coplanar kyunki koi na koi plane to banega, but •Three vectors may/may not be coplanar. •Angle between two vectors always lies between [0°,180°]. It always lies in 1st and 2nd Quadrant, never in 3rd or 4th. •Collinear vectors are parallel. •Two parallel vectors have a relation: *_a= lambda b_* (because their directions are either ±, and only magnitudes differ.)
. Two collinear ( angle between them will be either 0 degree Or 180 degree) vectors can be represented as linear combination of each other...and they can differ in both magnitude and direction... But while teaching theorum of plane sir told that only non zero non collinear vectors can be represented as linear combination of each other.. Can anyone explain??
I'm a regular student of SAKSHI MA'AM... But didn't know about your teaching... Recently an acquaintance from BITS PILANI CSE 1st yr recommended me this lecture and also of 3d... This is my first time ever watching your lecture... and hats off... it's damn amazing 🎉❤ The hubby wifey duo will be probably one of my biggest help in the prep... Lovezzzzzz❤
Well i am not the type who judge teachers wheather they are good at teaching or not. But i dont know why... Everytime i want to study maths i only watch nv sirs lectures. And i really do like the way he teach.
To all those who are in doubt that is this lecture sufficient for the first time.... I would say this is one of the best ONE SHOT of VECTORS....explaining evrything in detail with patience... so go ahead buddy🔥🔥🔥👍👍👍
This is my first time commenting on RUclips, I don't really do it but sir your lectures are life saver for all of us . I enjoy every second of your lectures, and complete it in one go ,no matter how much time it takes. Just GOD❤️
Great thing is that ki ....kitna v hard and long chapter ho...sir bilkul aaram aaram se samjha dete h...or wo v without any stress 😄👍 Really you are great sir 👌👌
Crazy lecture it was ..... 🔥🔥🔥 No comparison of nv sir I saw the same lecture of vector of Purnima mamn but i didn't understood anything .... Love u sir 😘😘 👍
I have done vectors in my advance batch, and NV sir literally covered everything, except reciprocal concept of vectors, which is a dead topic. My respect for him 📈📈
Hojati hai kabhi kabhi jaldi mein mistake...tum concept pe dhyan Dona gadhe...chutiya ho kya...Q N A pe dhyan de rhe ho...uska ans khud nikal lo....Concept sikho bc... 🤬🤬😏😂😂
4:07:35 another ideology is 3 coplanar vectors if non collinear can be taken as a tetrahedron with its coterminous edgeslying on same plane together hence volume occupied will be zero hence box abc =0 i know most of you may have thought of this just posted for satisfaction
Best teacher or (english wala😀😁)mere favourite teacher ki ek chhoti si list sayad kisi junior ko kuch help mil jaye Maths: 1): Nishant sir 2) Samir sir Physics: 1) Physics wallah sir 2) namo sir 3). Jayant sir Chem: 1) Sakshi mam 2) physics wallah Ye sare teachers itne best hai ki likh ke nahi bata sakta
1:56:00 I don't understand the solution. Sir wrote s = 4p + 3q + 5r but if we now try (s.p)/|p| we get (4p^2 + 3p.q + 5p.r)/|p| which is equal to 4 according to question, but how is it equal to 4? We are given no info about (p.q) or (p.r) so how can it be = to 4? Someone pls answer.
1:32:30,,nhi socha kisi ne ,,tb bhi to easily ho jayega sir ,, Cos@ ki value given wle equation se nikalkr ,,ask wle equation me rkh dena h ,, Ans aa jayega,,,mene to aise hi kiya th
Literally obsessed with the teaching style of this man maine puri zindagi mein kisi bhi teacher ke padhane ke tarike pr comment nhi kiya but... Yha alag hi feel aa gayi padhne mein! Thank you❤
1:56:00 I don't understand the solution. Sir wrote s = 4p + 3q + 5r but if we now try (s.p)/|p| we get (4p^2 + 3p.q + 5p.r)/|p| which is equal to 4 according to question, but how is it equal to 4? We are given no info about (p.q) or (p.r) so how can it be = to 4? Someone pls answer.
@@Jay-rf8is nai bhai q ki language thodi confusing h .... Likha h ki s ka component along -p+q+r ...... Is x y and z .... To esme esa kaha likha h ki proj lena h s ka p ke upr .... Yha projection s mtlb component h remeber hmlog x y z axis m deal krna chahte b kyuki by default whi padhaya gya h to islie sir n us bracket ko khol dia or xy z k form m bna dia ....
@@abhisheksinghdangi5027 no bro, mai ye puch raha hu ki q me likha hai ki 's' ka component along 'p' ka length 4 hai, to iska matlab ye hua na ki projection ki length 4 hai? To agar sir ne s = 4p + 3q + 5r likha, to iska matlab hona chahiye ki projection of s on p is 4. Projection = (s.p)/|p| lekin ye 4 nahi aa raha...
@@Jay-rf8is nahi uska mtlb aisa hai jaise...dekho agr x axis ke along 2 unit hai...toh usse 2 i cap bolte hai...waise hi yha x y z axis ke along hone ke wajah p q r ke along hai...so 4 unit along p hai...uska projection nahi🤔hope so tumhe av clear hua hoga
Har teachers sahi hote h but apna apna padne ka tajurba hota hai haa pr kuch teaches ka padane ka matlab nhi samjh me aata hai .. teachers ko bhi students ke mind ke according khra utkar unke mind ko growth karna chahiye thanku,,,all teachers are best ♥️
बहुत धन्यवाद गुरुजी, आज सुबह 4 बजे से 9 बजे तक पूरा one shot complete कर लिया । 😇🙏🙏🙏🙏 all previous years JEE Mains Questions of Vectors आज ही खत्म कर दिए हैं, next turn 3D का है उसे भी आज ही खत्म कर रहा हूँ । 19th June 2022. जय श्री राम 🚩🙏🙏🙏😇
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Sir its deleted can you please re upload the notes
Sir notes of this lec
No hates to anyone. But,NV sir , Sakshi Vora mam, Pankaj sir(pw) , Sachin sir(pw), Rajwant sir (pw), and our legend Alakh sir... This would be the greatest , best, and brilliant team ever...!
Plus Gaurav Gupta Sir 🔥
Mohit Tyagi sir 💚
@papa ji Tu apni bails de dena...!
Aashutosh sir pw kota
Ajit sir unacademy
timestamps
7:56 Vector and scalar quantities
12:00 Laws of vector addition
20:34 Types of vectors
25:30 Position vectors
31:24 magnitude of vectors
34:16 multiplication of a vector by scalar
35:27 properties of scalar multiplication
37:05 collinear vectors
50:22 coplanar vectors
52:55 dot product
56:46 properties of dot product
1:33:06 power of vectors
1:39:25 projection of a vector on b vector
1:50:00 components of vectors
2:28:20 linear combination of vectors
2:30:20 theorem in plane
2:46:30 cross product
2:50:40 properties of cross product
3:25:00 geometrical interpretation of cross product
3:41:50 collinearity of 3 points
3:48:26 scalar triple product or box product
3:51:21 geometrical interpretation of box product
3:58:26 properties of box product
4:17:32 linear dependent versus independent
4:23:17 vector triple product
Thank you soo much!!
@@komal_sai wlcm
Thank you Bhai
Thanx bro gr8 help
Thanks bro
1:18:26 q1
1:27:46 q2
1:46:50 q3
1:50:56 q4
1:55:25 q5
2:32:48 q6
2:35:35 q7
3:04:26 q8
3:05:44 q9
3:10:08 q10
3:16:08 q11
3:32:51 q12
3:34:12 q13
3:45:26 q14
4:15:17 q15
4:15:37 q16
4:21:58 q17
4:28:45 q18
4:33:20 q19
4:37:28 q20
4:49:41 q21
7:56 Vector and scalar quantities
12:00 Laws of vector addition
20:34 Types of vectors
25:30 Position vectors
31:24 magnitude of vectors
34:16 multiplication of a vector by scalar
35:27 properties of scalar multiplication
37:05 collinear vectors
50:22 coplanar vectors
52:55 dot product
56:46 properties of dot product
1:33:06 power of vectors
1:39:25 projection of a vector on b vector
1:50:00 components of vectors
2:28:20 linear combination of vectors
2:30:20 theorem in plane
2:46:30 cross product
2:50:40 properties of cross product
3:25:00 geometrical interpretation of cross product
3:41:50 collinearity of 3 points
3:48:26 scalar triple product or box product
3:51:21 geometrical interpretation of box product
3:58:26 properties of box product
4:17:32 linear dependent versus independent
4:23:17 vector triple product
Thanks buddy
I think atoms team has putten wrong name of timestamps
Thanks man
Thanks bud
Jee advanced maths: "Am I a joke to you?"
Nv sir with his cute laugh " you are chindi"
😀😀
Edit: surprised to see so many likes, I didn't expect this.....opened the video after two years and refreshed the memories of those days (JEE 2022) 👍
A lot of love to NV sir, Abhilash sir, Sakshi mam ❤️
😂
hilkarious
Hahahha😍❤️
😂😂exactly
Ryt😂😂
i may hate unacademy for marketing itself more than how much value it provides but love for NV sir remains wherever he goes !
00:00 - Introduction
7:56 Vector and scalar quantities
12:00 Laws of vector addition
20:34 Types of vectors
25:30 Position vectors
31:24 magnitude of vectors
34:16 multiplication of a vector by scalar
35:27 properties of scalar multiplication
37:05 collinear vectors
50:22 coplanar vectors
52:55 dot product
56:46 properties of dot product
1:33:06 power of vectors
1:39:25 projection of a vector on b vector
1:50:00 components of vectors
2:28:20 linear combination of vectors
2:30:20 theorem in plane
2:46:30 cross product
2:50:40 properties of cross product
3:25:00 geometrical interpretation of cross product
3:41:50 collinearity of 3 points
3:48:26 scalar triple product or box product
3:51:21 geometrical interpretation of box product
3:58:26 properties of box product
4:17:32 linear dependent versus independent
4:23:17 vector triple produc
Adv. Maths - I'm tough
Nv sir - Hold my Nv style 👌👌
true bro #NVstyle is super OP
May anybody tell me that ..... Is sir covering all theory portion videos which are provided on unacademy jee channel
@@jeeupdatesmotivation3676 yes
PLEASE REPLY... ADVANCED QUESTIONS KE LIYE MATHS KI KONSE BOOK LENI CHAHIYE....ONLY PROBLEM NOT THEORY....
@@dotkom5288 black book
00:00 - Introduction
7:56 Vector and scalar quantities
12:00 Laws of vector addition
20:34 Types of vectors
25:30 Position vectors
31:24 magnitude of vectors
34:16 multiplication of a vector by scalar
35:27 properties of scalar multiplication
37:05 collinear vectors
50:22 coplanar vectors
52:55 dot product
56:46 properties of dot product
1:33:06 power of vectors
1:39:25 projection of a vector on b vector
1:50:00 components of vectors
2:28:20 linear combination of vectors
2:30:20 theorem in plane
2:46:30 cross product
2:50:40 properties of cross product
3:25:00 geometrical interpretation of cross product
3:41:50 collinearity of 3 points
3:48:26 scalar triple product or box product
3:51:21 geometrical interpretation of box product
3:58:26 properties of box product
4:17:32 linear dependent versus independent
4:23:17 vector triple product
Standing for 6hrs isn't easy guys...Moreover Teaching with the same energy throughout is just lit.....!!! Respect toward NV sir has increased...!!!
We know.. its their usual task
yup yaar and feel bhi tabhi aati hai jab khade hoke koi sir board pe padha rha hai , baethke padhane mein both energy of student and teacher decreases and fir wo chapter kaafi extend hojata hai. if you will join unacademy, teachers sit and teach and thats why just to cover the same content that Nv sir did in 10hrs , they end up taking 17classes of 1.5 hr each which equals 25.5 hrs, 15hrs wasted totally
Notes kha se milenge?
@@ishaanlakhna83783:58:41
PW SALEEM SIR STOOD FOR STRAIGHT 17 HRS , HUGE RESPECT
If you are in a doubt ..go for this lecture ..he is a gem and his lectures are treasure for us!✨
Wo sab toh thik hai par physics kahaan se kruu?😥
@@fuckoo Bounce back (2022-2023) by Abhilash Sharma.
@@Ayush-pi3mb is this enough for advance???
Absolutely
Bhai 12th ka kha se karu nv sir ka ??
Nv sir's one shot lectures are way more better than paid lectures of offline classes.
Yes bro lekin usne 3.0 pura nhi kiya varna top level ka content hota
😂
👇who is watching today for jee 2025
😅
@@SHUBHAM232 I'm also watching again today lmao
Me😂
Me
Me now😂😂😂
believe me i was in doubt that how can they teach such a chapter in one shot but I have seen the old videos of nv sir vector 2.0 on unacademy jee same content is there on both we can go with these one shots thank you sir for taking this step
we all love you 3000
Yes sir. Thank you so much for such efforts. We will give our best.
1:46:34 how 1/√3 ?????
@@NONAME-tz5vd wo galti se likh diya sir ne, ans 1/√26 hi hoga 👍
Is this one shot is enough for jee mains or i have to study theory from books please reply??
@@riyasinghal91 it's enough for mains u practice from pyqs
Special Class Series: unacademy.com/a/nv-pyq-series
2:58:10 😄😄aapne dobara ACW aur CW mein galati kar di...
00:57:40 - 1:10:00 Properties of dot product
2:28:00 vectors in a plane theorum (imp)
2:51:00 - 3:00:00 Proprties of cross product
4:06:12 Three vectors co-planar box property
I'm a Dropper I had learned vectors I'm my 11th and even on RUclips somewhere but believe me I didn't even Understood majority of chapter and I used to have a misconception that how these vectors be in the plane but after attending this lecture my mind was simply blown away by NV sir OP 🔥❤️
same here bhai
Same here bro .After seeing this lecture I can definitely say that is one of the best one shot series for jee maths.Love u Sir
Notes kha se milenge?
1:46:36
ans would be 1/√26
btw AWESOME LECTURE SIR !!!!
2:56:52 ACW - AND CV +
Yes
I was thinking that no one commented about it bro ...I thought i had made a mistake and i searched total comments finally i am clear it was sort of a silly mistake due to his flow ...but the lecture was excellent. Thank you bro fir clarifying me
Same 😅😅
Correct ❤
For personal use
2:00:58 adv ques
3:17:04 adv ques multi correct
3:34:33 adv question
4:37:43 start
Yrr physics kahaan se kruu?
Samajh nhi aarha😥
ajit lulla sir k lectures dekho bhai@@fuckoo
44:11 parallel antiparallel nhi hota yahaan, like unlike hota hai
53:30
1:18:22
1:25:18
1:27:41 --> 1:29:04 CHAMKA MOMENT ✨✨ the whole question
1:41:57
1:50:58
1:55:57
1:44:33
THOSE
2:28:41
2:51:55
2:59:23
3:00:52
3:10:23
3:16:18
noteeeeeeeee 3:21:25
3:25:01
3:34:35
THOSE
3:42:50
3:48:26
3:51:21
3:58:50 all properties especially 4 onwards
4:17:41
THAT
4:23:18
4:44:47
4:47:57
4:57:24
Great experience of teaching.
Wow he has developed his own style of solving problems what we call nv style 👌👌👌👌👌👌👌👌
Syllabus or family expectations ka kitna bhi pressure ho... Ya mood kaisa bhi ho....jab NV sir bich bich me haste hai to sari baate bhulkar face par ek smile aa hi jata hai
#CHINDI
Sir (if possible) please -
1. Use black slides as it is more comfortable for our eyes
2. Increase print size of questions as it is difficult in mobile to see
1:56:00 I don't understand the solution. Sir wrote s = 4p + 3q + 5r but if we now try (s.p)/|p| we get
(4p^2 + 3p.q + 5p.r)/|p| which is equal to 4 according to question, but how is it equal to 4? We are given no info about (p.q) or (p.r) so how can it be = to 4?
Someone pls answer.
Use tablet
@@swatiranjan4947 everyone isn't rich like you
@Beluga i haven't watched it yet . It's a 'one shot' so it's good for revision. Try watching it , if it goes over your head don't watch it
7777777
You and she both teaches very well
You make difficult easy for us thankyou sir
JEE Main 2021 aspirants! Fill this form to be eligible for cash rewards - tinyurl.com/unacademyiitjeerankersinfo
Special Price Week IITJEE
Save 10% + 10% by using code NVLIVE
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SIR WHITE SCREEN PLEASE IN EVERY LECT...PRINT LENA HOTA HAI SIR
a little suggestion:
sir u can take 1 or 2 breaks in between the lecture
because in this lecture only i felt like u were covering the last portions lecture a little bit faster as compared to initial portions
Bhai vo jyada important nhi hota
Then Study from 2.0 bro
Pause the video
Shut up
@@supersmash09902.0 vs this which is better??
Click to watch Top Classes for Free: unacademy.onelink.me/RICs/c3s245gl
nishant rajput
timestamps
7:56 Vector and scalar quantities
12:00 Laws of vector addition
20:34 Types of vectors
25:30 Position vectors
31:24 magnitude of vectors
34:16 multiplication of a vector by scalar
35:27 properties of scalar multiplication
37:05 collinear vectors
50:22 coplanar vectors
52:55 dot product
56:46 properties of dot product
1:33:06 power of vectors
1:39:25 projection of a vector on b vector
1:50:00 components of vectors
2:28:20 linear combination of vectors
2:30:20 theorem in plane
2:46:30 cross product
2:50:40 properties of cross product
3:25:00 geometrical interpretation of cross product
3:41:50 collinearity of 3 points
3:48:26 scalar triple product or box product
3:51:21 geometrical interpretation of box product
3:58:26 properties of box product
4:17:32 linear dependent versus independent
4:23:17 vector triple produc
Theta = cos^-11/root 26 hoga 1:46:37
1:56:20 if ull see the official jee adv answer key , this ques was rewarded +4 due to its level
Question me p,q,r unit vector dena chahiye tha
Sir Teacher toh bhot dekhe but naa dekha aapke jaisa koi aur waah sir maza aa gya what a teaching method a to z all understood. Thank u sir for this amazing bounce back series jee 2022 aspirant abhi toh sir aapke bhot lectures dekhna baaki hai iss series ke thank u sir
8:00 intro
3:25:34 geographical interpretation of cross product
3:43:04 collinearity of 3 pt.s
3:58:40 prop.of box product
4:17:50 linear dependent vs independent
4:46:20 scalar product of 4 vectors
thank you:)
Amazing way of teaching!!
Not only did we solve JEE mains and advance but also understood them.
Thank you so much!!
53:32
To remember:
•Loop Law
•Tail se Tail milao
•Two vectors are always coplanar kyunki koi na koi plane to banega, but
•Three vectors may/may not be coplanar.
•Angle between two vectors always lies between [0°,180°]. It always lies in 1st and 2nd Quadrant, never in 3rd or 4th.
•Collinear vectors are parallel.
•Two parallel vectors have a relation:
*_a= lambda b_*
(because their directions are either ±, and only magnitudes differ.)
. Two collinear ( angle between them will be either 0 degree Or 180 degree) vectors can be represented as linear combination of each other...and they can differ in both magnitude and direction... But while teaching theorum of plane sir told that only non zero non collinear vectors can be represented as linear combination of each other.. Can anyone explain??
Notes kha se milenge?
These videos are still helping me in 2023 ...thanks alot sirrrrrrrrr❤️❤️❤️
I'm a regular student of SAKSHI MA'AM...
But didn't know about your teaching...
Recently an acquaintance from BITS PILANI CSE 1st yr
recommended me this lecture and also of 3d...
This is my first time ever watching your lecture... and hats off...
it's damn amazing 🎉❤
The hubby wifey duo will be probably one of my biggest help in the prep...
Lovezzzzzz❤
I knew nothing about this chapter now i know everything...
@@jee2736 the guy you mentioned who is currently in bits pilani did he strudied from nv sir??
@@shubhamsandilya yes
this lecture for 1st time study?
@@aarushsingh5519 yes
Jee adv - maths tough
Nv sir - jukega naahi
Thank you for reuploading
Any one watching for jee 2025😂
1:46:34 sir ne by mistake glt likh diya cos inverse root 26 hoga
Well i am not the type who judge teachers wheather they are good at teaching or not. But i dont know why... Everytime i want to study maths i only watch nv sirs lectures. And i really do like the way he teach.
To all those who are in doubt that is this lecture sufficient for the first time....
I would say this is one of the best ONE SHOT of VECTORS....explaining evrything in detail with patience...
so go ahead buddy🔥🔥🔥👍👍👍
first ime padh rha hu to koi problem to nhi hogi
@@vishaljain7864 na bilkul nahi
1:45:10 wali bat pehle pata hoti to mains me +4 milta -1 ki jagah :(, i thought mod lelete h as projection is basically length,which has to be +ve....
Dekhte dekhte fan ban gaya sir appki💕💕💕
i m watching his videos for 1st time. sir has amazing teaching skills. sir you are a gem for unacademy
Sir jin jin video me naye thumbnails lagaya he...usme time stamps misplaced hua he..thoda check kar lijiyega sir
Thanks sir not only for re-upload this but also for whole bounceback
3:52:05 ,op sir also cant thank you enough for the whole lec🙏🙏🙏🙏
Sir what is the meaning of this line “unit vector in direction of a vector”
It means the vector has magnitude 1 and is in the direction of the other given vector
@@adityabhatt4186 thanks buddy
This is my first time commenting on RUclips, I don't really do it but sir your lectures are life saver for all of us . I enjoy every second of your lectures, and complete it in one go ,no matter how much time it takes.
Just GOD❤️
r u in 12
bhai ek baar me dekh dala kya tumne???....bina ruke?😲
Kaunsa college mila aap logon ko?
Great thing is that ki ....kitna v hard and long chapter ho...sir bilkul aaram aaram se samjha dete h...or wo v without any stress 😄👍
Really you are great sir 👌👌
Crazy lecture it was ..... 🔥🔥🔥 No comparison of nv sir I saw the same lecture of vector of Purnima mamn but i didn't understood anything .... Love u sir 😘😘 👍
Same here 😀
Bhai aise toh purnima mam ki dukan band pad jayegi 🤣🤣
lecture with basic to adv and two quality breaks . who could ever teach like this respect++++++ to nv sir
Sir at 1:46:25 how cos theta = 1/ root 26 becomes theta = cos inverse 1/ root 3
Teacher of mathematics like u i have never seen in my life of 16 years
sir I have doubt in question jee advanced 2011 3:07:00 sir but if r-c*b =0 can also mean that r-c can be equal to zero.it may or may not be parallel
Right 🤔
But then r.a is not equal to zero....hence r can't be equal to c
3:56:31
Sir Question mein side nhi diya hai edges are given
First we have to find side and then apply the formula
really fell in love ....with this masterpieces....
2:39:10 "abi mene restart diya hai"
Every problem in India has a single solution called 'chalu krke band krdo'😂
Best lecture btw 📝
I already studied this chp earlier just following bounceback series of maths bcz of #nvshortcuts & concepts 🔥
Hua selection?
@@andrewanderson4069 Jii
@@alienhunter5901 which college?
@@andrewanderson4069 bits Pilani
@@alienhunter5901 congrats bhaiya
TQ SIR VERY VERY MUCH!!🔥🔥
NOW GOING FOR PRACTICE!!🤟⚡
Time stamp determinant ki he
1:33:02
Note - Write all questions solved before.
@ono kuch nahi, mai bus notes bana raha tha.
@ono more like a bookmark with some remarks.
Thank you Sir for this detailed lecture ☺☺☺☺☺
#NVstyle
#BounceBack
#NVian
I have done vectors in my advance batch, and NV sir literally covered everything, except reciprocal concept of vectors, which is a dead topic. My respect for him 📈📈
Bro have you written the notes
1:46:33 I think answer should be 1 by root 26
Yup
Hojati hai kabhi kabhi jaldi mein mistake...tum concept pe dhyan Dona gadhe...chutiya ho kya...Q N A pe dhyan de rhe ho...uska ans khud nikal lo....Concept sikho bc... 🤬🤬😏😂😂
Yah
Yes
1:46:32
HOW 1/√3??
IT SHOULD BE 1/√26 RIGHT?
Thank u so much sir for reuploading this 🎥🎥🎥🎥🎥🎥🎥🎥🎥🎥🎥🎥
Wee are atoms ☺☺☺
q makkan ki trh solve ho gywe apki wjh se mera confidence wapis aya.. thankyou so much
Thank u soo much sir 🥰🥰 u both are doing such a great thing for us love u both 😍😍
Thank you sir... Aapka ye vidyadaan wala ahsaan mjhe hmesha yaad rahega...Aapse padha ye mera saubhagya h...Apna Aashirwad Dijiye ab bs🙏
💙NV sir's one shot >>>>>> Complete lectures on paid batch💙
2024 aspirant?
@@sameerreddy469me hu bhai 😅
@@sameerreddy469 yes bro...🤘🏻
@@AimIIT ok ok
@@Shitalshaw2620 are this one shot enough??
4:07:35 another ideology is 3 coplanar vectors if non collinear can be taken as a tetrahedron with its coterminous edgeslying on same plane together hence volume occupied will be zero hence box abc =0
i know most of you may have thought of this just posted for satisfaction
Best teacher or (english wala😀😁)mere favourite teacher ki ek chhoti si list sayad kisi junior ko kuch help mil jaye
Maths:
1): Nishant sir
2) Samir sir
Physics:
1) Physics wallah sir
2) namo sir
3). Jayant sir
Chem:
1) Sakshi mam
2) physics wallah
Ye sare teachers itne best hai ki likh ke nahi bata sakta
I can't express how beautifully u had taught....
It's just crystal 🔮 clear....
Thank u for this one shot....
It's actually the best video ❤
i literally used to hate and ignore this chapter sm but its actually amazing. saare questions solve kar paye sir!! thank you so much🧡
1:30:22
{ ab + bc + ca = -3/2 }⭐⭐
That means a+b+c = 0
Cond= they should be unit vectors
Itna great koi teacher kaise ho sakta h.
Sir your smile gives me motivation to stand up
the what?
sir agar pahle aap 11 class ke one shot kara dete to acha hota its suggestion only
thanks for amazing .lecture thanks alot
Like complex number
1:56:00 I don't understand the solution. Sir wrote s = 4p + 3q + 5r but if we now try (s.p)/|p| we get
(4p^2 + 3p.q + 5p.r)/|p| which is equal to 4 according to question, but how is it equal to 4? We are given no info about (p.q) or (p.r) so how can it be = to 4?
Someone pls answer.
3 harege hn 12 ke uske baad 11 ke start hoge
wait till advance gets over please
@@Jay-rf8is abhi time nhi h 😂😂🙌
For anyone who is leaving STP/VTP as it's not there in mains syllabus, please do the basics of both of them.
Yes fr
Y?
@@AyushMishra-r6x ruclips.net/video/_xZ6hUHj1w4/видео.htmlsi=eTr27lW3UJnq7Gi1
Thanks A lot sir.....
Uh and sakshi Mam r my 2nd parents😊
1:32:30,,nhi socha kisi ne ,,tb bhi to easily ho jayega sir ,,
Cos@ ki value given wle equation se nikalkr ,,ask wle equation me rkh dena h ,,
Ans aa jayega,,,mene to aise hi kiya th
Ok u need medal?
Literally obsessed with the teaching style of this man maine puri zindagi mein kisi bhi teacher ke padhane ke tarike pr comment nhi kiya but... Yha alag hi feel aa gayi padhne mein! Thank you❤
anyone from where should i download the notes for this lecture
Pg: 69, Ans: cos inverse(1/sqrt(26))
3:41:00
Can someone explain why diagonal PR = Sum of PQ + Sum of PS??
Wouldn't it be square root of PQ^2 + PS^2 ???
By triangle law and PS vector = QR vector .
Lecture ka pdf uplode karna jaldi sir
1:56:00 I don't understand the solution. Sir wrote s = 4p + 3q + 5r but if we now try (s.p)/|p| we get
(4p^2 + 3p.q + 5p.r)/|p| which is equal to 4 according to question, but how is it equal to 4? We are given no info about (p.q) or (p.r) so how can it be = to 4?
Someone pls answer.
@@Jay-rf8is nai bhai q ki language thodi confusing h .... Likha h ki s ka component along -p+q+r ...... Is x y and z .... To esme esa kaha likha h ki proj lena h s ka p ke upr .... Yha projection s mtlb component h remeber hmlog x y z axis m deal krna chahte b kyuki by default whi padhaya gya h to islie sir n us bracket ko khol dia or xy z k form m bna dia ....
@@abhisheksinghdangi5027 no bro, mai ye puch raha hu ki q me likha hai ki 's' ka component along 'p' ka length 4 hai, to iska matlab ye hua na ki projection ki length 4 hai? To agar sir ne s = 4p + 3q + 5r likha, to iska matlab hona chahiye ki projection of s on p is 4. Projection = (s.p)/|p| lekin ye 4 nahi aa raha...
@@Jay-rf8is nahi uska mtlb aisa hai jaise...dekho agr x axis ke along 2 unit hai...toh usse 2 i cap bolte hai...waise hi yha x y z axis ke along hone ke wajah p q r ke along hai...so 4 unit along p hai...uska projection nahi🤔hope so tumhe av clear hua hoga
@@disha9960 hmmmm.... Language bohot confusing hai question ki ..... Component aur projection se itna farak pad jata hai..
4:44:00 magnitude will be √5 and dot product of same vector a.a = |a|²
Har teachers sahi hote h but apna apna padne ka tajurba hota hai haa pr kuch teaches ka padane ka matlab nhi samjh me aata hai .. teachers ko bhi students ke mind ke according khra utkar unke mind ko growth karna chahiye thanku,,,all teachers are best ♥️
1:46:35 sir it will be cos inverse (1/√26)
Iske notes kaha milega pta he
Sir Unit vector ka magnitude 1 hota hai to phir usko × kren ya ÷ koi phark to padega nhi
Sir u are great i m big fan ur tchng💐
1:10:15 - identities
1:29:19
2:28:40 (break over/linear combination of vectors)
1:32:25 ma sir ma magnitude of 3 ko 9 kyo ni likha jab ki magnitude of 3 to √3 square hoga na
बहुत धन्यवाद गुरुजी, आज सुबह 4 बजे से 9 बजे तक पूरा one shot complete कर लिया । 😇🙏🙏🙏🙏 all previous years JEE Mains Questions of Vectors आज ही खत्म कर दिए हैं, next turn 3D का है उसे भी आज ही खत्म कर रहा हूँ । 19th June 2022. जय श्री राम 🚩🙏🙏🙏😇
Bro which class ??
12 appear or pass out
bhaiya aap ka clear huaa??
did you clear jee
Bahiya aap mujhe almost har lecture me dikh jate hai 👌
Jee 2024 wala hu fir bhi dekh rha hu... Jalwa hai NV sir ka
3:07:41 How do we know that r-c is not equal to zero??
Someone please clarify
In question, it is given that
r.a=0 and c.a≠0
so r≠c then r-c≠0
@@Anuja_Pulkundwar Accha
Okay Thanks👍
At 2:01:51 , after sir found out 'x', we can simply compare x+y+z=5 and add x to it. Hence, x +(x+y+z) = 4+5 = *9* . 😃